How to judge Diers-Alder's reaction rate?
The Diels-Alder reaction was a one-step reaction. There were no intermediate in the reaction process, so it was easy to determine the reaction rate. The research team could design an experimental system, such as a chemical reaction between a pressure head array (30*30) soaked with dienophile and the indigo base, and use a fluorescence microscope to detect the reaction products, thereby obtaining a large amount of data in a short period of time to determine the reaction rate. By controlling the displacement of the pressure head to change the pressure at the reaction interface, it was possible to study the effect of force on the reaction rate. Read more exciting novels for free
Diels-Alder Reaction
The Diels-Alder reaction was discovered in 1928 by the German mathematicians Otto Diels and Coulter Alder, who won the Nobel Prize in Chemistry in 1950. This was a cycloaddition reaction. Conjugated diene reacted with substituted alkene or alkyne to form a new ring of six carbon atoms (six-membered ring). The reaction did not require the addition or removal of any atoms, even if some of the atoms in the new ring were not carbon atoms. It was a coordinated reaction completed in one step. There was no intermediate formed during the reaction process. The old bond breaking and the new bond formation occurred simultaneously. In this reaction, the compound containing an ene bond is usually called a dienophile, and the conjugated diene is called a dienophile. From a modern point of view, dienophile also includes compounds containing alkyne bonds and other non-carbon double bonds and triple bonds. Dienophile can be a variety of conjugated systems. This reaction was one of the most important C-C bond formation methods in organic chemical synthesis reactions. It was also one of the commonly used reactions in modern organic synthesis. It had a rich amount of steric chemistry, and it had both steric selection, steric specialization, and regional selection. <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
Diels Alder reaction mechanism
The reaction mechanism of the Diels-Alder reaction was generally considered to be a cycloidal reaction through a circular transition state. During the reaction, the two reagents were close to each other and interacted with each other to form a ring-shaped transition state, and then gradually transformed into product molecules. That is, the breaking of the old bond and the formation of the new bond were coordinated and completed in the same step. There was no intermediate formation. From the perspective of orbital theory, when a dienophile with an electron donating group and a dienophile with an electron withdrawing group were reacting, the smaller the energy difference between the frontier orbitals (the HOMO of the diene and the LUMO of the dienophile), the more stable the interaction between the orbitals was, thus making the reaction easier to carry out (electron demanding type). Similarly, the reaction between a dienophile with an electron donating group and a dienophile with an electron withdrawing group was also easier to carry out (anti-electron demanding type). The reaction was carried out according to the cis-addition of the cooperative reaction, and the endo addition product was generated first (endo rule). However, in the Diels-Alder reaction, although the second-order orbital interaction could roughly explain this rule, the endo/exo selectively generated exo products were also affected by the size. In addition, the Diels-Alder reaction within the molecules was not completely applicable to the endo rule due to the fixed ring structure and the low degree of freedom of the configuration. According to the theory of organic electrons, the addition product of the Diels-Alder reaction was more likely to place the substitution group in the ortho-or para-position (ortho-and para-rules). The details could be explained by the frontier orbital theory, that is, the reaction points with large HOMO-LUMO coefficient were easy to overlap and add. The cyclo-transition state of the diene could be added when the s-cisoid structure, but the s-transoid structure could not undergo the Diels-Alder reaction. Fantasy Realm is equally exciting. Everyone is welcome to click and read it!
Diels-Alder Reaction 14 Cyclohexadiene
Diels-Alder reaction, also known as the synthesis of diene. It was a cycloaddition reaction between a conjugated diene system and an ene or alkyne bond to produce cyclohexene or 1,4 -cyclohexadiene. In this reaction, the alkynes and alkynes that interacted with the dienophile were called dienophile. The electron withdrawing substitution groups on the dienophile (such as carbonyls, cyanols, nitrates, and carbonyls) and the electron donating substitution groups on the dienophile accelerated the reaction. When the dienophile had an electron withdrawing substitution group, as long as the dienophile had an electron donating substitution group, the cycloaddition reaction could still occur. This was called the Diels-Alder reaction with anti-electron requirements. This reaction generally did not require additional reagents, heat, or light to initiate the reaction, and two new carbon-carbon bonds were formed at the same time. The efficiency was very high, and it was widely used in organic synthesis. It also had strong regional and steric selectively. For example, when the 4-position of the conjugated diene gave an electronic substitution, the ortho-disubstituted cycloaddition product was the main product, while when the 3-position gave an electronic substitution, the para-disubstituted cycloaddition product was the main product. Lewis acid (such as some unidentified substances) could coordinate with dienophile to increase electrophilicity. It could be used as a catalyst to allow cycloaddition reactions to proceed at low temperatures and to improve the region of the reaction. In terms of the reaction, the reaction was a cis-addition reaction. When the reaction had the possibility of producing both endo and exo products, the endo compound was usually the only one. The mechanism of this reaction was a coordinated process through a ring-shaped transition state, which belonged to the scope of the cycloidal reaction. These steric selections were in line with a large number of experimental facts and could also be explained by the principle of conservation of molecular orbital symmetries. The Diels-Alder reaction was generally irreversible, and this reversibility was sometimes used in synthesis. <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
Diels-Alder reaction formation type
The Diels-Alder reaction was a [4+2] cycloaddition reaction between a Conjugated Diene (Diene) and a Substituted Alkene (Dienophile). It could produce Cyclohexene or 1,4 -Cyclohexadiene, which could be used to synthesize six-membered rings. It could also be used to synthesize chirally pure ten-membered ring compounds. In the research of new self-healing transparent plastic materials, the reaction could also form long chains of the compound. <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
How to write Diels-Alder reaction equation
The Diels-Alder reaction is a reaction between a compound containing a double bond or triple bond and a diene to form a six-membered ring compound. Generally speaking, the reaction between a conjugated diene (dienophile) and a substituted alkene (dienophile) to form a substituted cyclohexene could be roughly expressed as: conjugated diene + dienophile → substituted cyclohexene. However, the specific reaction equation would vary depending on the specific structure of the diene and the dienophile. For example, when the diene was 1,3 -Butadiene and the dienophile was ethene, the reaction equation was: CH2 = CH-CH = CH2 + CH2 = CH2 → Cyclohexene (This is just a simple structure. In fact, when writing the complete equation, you have to express the exact chemical bond and atomic connection method, etc.). <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
The Determination of Reaction Rate and Reaction Constant
The chemical reaction rate represented the speed of the chemical reaction, which was the rate of change of the reaction progress with time or the reaction progress of the chemical reaction in unit time and unit volume. The average reaction rate was the decrease of the concentration of the reagent or the increase of the concentration of the product in unit time. The instantaneous reaction rate was the limit of the average reaction rate that approached zero. The reaction rate constant represented the chemical reaction rate at a unit concentration. It was independent of the concentration, but it was affected by factors such as temperature, catalyst, and solid surface properties. Usually, the larger the reaction rate constant, the faster the reaction would proceed. There were two common methods to measure chemical reaction rates: chemical and physical methods. The chemical method used chemical analysis to directly measure the change in the concentration of the reagent or product over time to obtain the chemical reaction speed. However, the chemical analysis speed might not be able to keep up with the reaction speed and affect the measurement results. However, it could provide an absolute concentration value. The physical method was more extensive and convenient. It was to determine the reaction speed based on some physical properties that changed with the reaction, such as the pressure method, the distension meter method, or the volume method; the optical rotatory method, the interference method, the chromicity method, and the spectrophotosity method; and the electrical property method, such as the conductivity method, the potential method, the polarography method, the dielectrical constant method, and the mass spectrum method. As for the determination of the reaction constant, for example, in the experiment of determining the rate constant of the fading reaction by the method of the catalyst, based on the principle of the catalyst kinetic method, the reaction system of the fading reaction of the Evans Blue by the reaction of the potassium bromate under the action of the NaNO3 was proposed. The corresponding chemical reaction rate constant was calculated by measuring the change of the absorption of the reaction system at different initial concentration and temperature. In terms of specific operations, the stock solution of the relevant reagents was first prepared, and then the reagents were added into the color-measuring tube according to a certain order and dosage. The timing and volume were started, and then the absorption curve was measured. The reaction constant was determined by preparing reaction solutions of different compositions, adding the solution after reacting for a period of time to stop the reaction, and taking a sample to measure the absorption curve. Finally, the concentration of other components was maintained at a constant temperature, and the change of the light absorption with time when different amounts of the solution of bromate or the solution of NaNO3 were measured, as well as the change of the light absorption with time when the specific amount of the solution of NaNO3 was measured at different temperatures. <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
Reaction Rate Formula
1. For a chemical reaction, the reaction rate was calculated as: <<v>=<cC>(g)>+<dD>(g)>(v =<Delta c>/<Delta t>)(<v>: average rate,<<Delta c>>: concentration change,<<Delta t>>: time), in units of </(L·s)>. 2. For elementary reactions, the expression of the mass action law can be used as the reaction rate equation, the reaction rate equation, r = k(A)^a(B)^b, where k is the specific reaction constant (a quantity independent of concentration). 3. For the reaction,<aA(g)+bB(g)=cC(g)>, the reaction rate <v_positive = k_positive c^a(A)·c^b(B)>,<v_inverse = k_inverse c^c(C)>, when the reaction reaches equilibrium,<v_positive = v_inverse>, that is,<k_positive c^a(A)·c^b(B)=k_inverse c^c(C)>. 4. When the same reaction was expressed by different substances, the values might be different, but the meaning was the same. The reaction rates expressed by different substances had the relationship of [v(A): v(B): v(C): v(D)=m: n: c: d](the ratio of the rates was equal to the ratio of the measurement factors of the corresponding substances). <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
The Reaction Rate of the Reaction of Keto and Bihydrogen Sulphite
In the addition reaction of the carbonyl-like group of the acid, the reaction rate was different. Propional reacted the fastest with bisulfuric acid, followed by Cyclohexuron, methylethyluron, and dibenzone. Among the alkahedes, the reaction rate of the addition of formalin to the nucleus was the fastest. Because the hydrogen atom attached to the carbonyl-group was the smallest, the steric hindrance was the smallest, so the reaction was the fastest. Aldes, fatty methyls, and cycloketones with less than eight carbon atoms could undergo an addition reaction with saturated water-based bisulphite solution (about 40%). The reaction rate of different alkyls and methyls was different, which was related to the atoms or groups connected to the carbonyls. The smaller the steric hindrance caused by the atoms or groups, the faster the reaction rate. <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
First Order Reaction Formula of the Reaction Rate
The first-order reaction rate equation was: r = -dt/dt = kc, and its integral form was: Where, a is the concentration of the reagent at the beginning of the reaction, c is the concentration of the reagent at time t, and k is the rate constant. The unit is the negative power of the time unit, such as s^{-1}, min^{-1}, h^{-1}, d^{-1}, etc. <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
Is the reaction rate the same for different reaction levels?
The reaction order was closely related to the reaction rate. Under normal circumstances, the reaction rate would be different depending on the reaction order. The reaction order reflected the relationship between the reaction rate and the concentration of the reagents. It was the sum of the powers of the concentration of the various reagents in the rate equation. Different reaction orders meant that the concentration of the reagents affected the reaction rate in different ways and degrees. For example, the reaction rate of a zero-order reaction had nothing to do with the concentration of the reagent, the reaction rate of a first-order reaction was proportional to the first power of the concentration of the reagent, and the reaction rate of a second-order reaction was proportional to the second power of the concentration of the reagent. However, the reaction rate was also affected by other factors, such as temperature, catalyst, etc. Under certain conditions, even if the reaction order was different, it was possible that other factors affected the reaction rate so that the reaction rate of different reactions was the same at a certain time. However, this was a special case and not the normal case. <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>